RTModel
Real-Time Microlensing Modelling
by Valerio Bozza
OB150060
Binary with parallax
Binary lens models with parallax
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Model X1 χ2=14157.9 gOGLE=0.342428±0.053908 s=3.41604±0.0261346 q=0.902304±0.0276603 u0=-0.666422±0.0100363 θ=3.51811±0.00366319 ρ*=0.00426172±0.0007306 tE=75.5453±2.7531 t0=7035.7±1.97969 π⊥=-0.0258217±0.00437536 π||=-0.0310975±0.0249245 |
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Model X2 χ2=14169.1 gOGLE=0.372274±0.0495407 s=3.49265±0.0142129 q=0.851919±0.0248238 u0=-0.751247±0.00845246 θ=3.57639±0.00277043 ρ*=0.00408754±0.000712806 tE=74.2866±1.40988 t0=7031.7±1.72329 π⊥=-0.00187186±0.00416054 π||=-0.00291706±0.0131728 |
Binary lens models
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Model L1 χ2=14168.4 gOGLE=0.37755±0.0443637 s=3.48059±0.00729898 q=0.874176±0.0188633 u0=0.742985±0.0122978 θ=2.70231±0.00281115 ρ*=0.00409313±0.000628558 tE=73.693±0.18817 t0=7034.43±1.31442 |
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Model L2 χ2=14174.8 gOGLE=0.414596±0.0447492 s=3.48237±0.00694629 q=0.940679±0.0186562 u0=0.718807±0.0115941 θ=2.70194±0.00292946 ρ*=0.00401047±0.000623382 tE=74.909±0.211033 t0=7036.47±1.24467 |
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Model L3 χ2=14183.5 gOGLE=0.380112±0.044837 s=3.52022±0.00735129 q=0.832457±0.016774 u0=0.771343±0.0118012 θ=2.70102±0.00253786 ρ*=0.00403451±0.000614529 tE=74.8607±0.157519 t0=7028.48±1.26725 |
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Model L4 χ2=14187.7 gOGLE=0.381279±0.0459368 s=3.532±0.00742797 q=0.820302±0.0165603 u0=0.781481±0.0118565 θ=2.69969±0.00247568 ρ*=0.00401509±0.0006202 tE=75.277±0.146028 t0=7026.61±1.269 |
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Model L5 χ2=14189.8 gOGLE=0.432803±0.0457705 s=3.47918±0.00745005 q=0.979404±0.021412 u0=0.703431±0.0128893 θ=2.70246±0.00333511 ρ*=0.00397056±0.000616972 tE=75.4155±0.234366 t0=7038.01±1.39038 |